In this paper we study the evolution of the resonance zones that appear in
connection with a Hopf-pitchfork bifurcation exhibited by a Z(2)-symmetric
electronic circuit. These legions, bounded by curves of folds (saddle-node
bifurcations) may be closed or open depending on the values of the paramete
rs. An angular degeneracy on the torus bifurcation curve originates the ban
ana shape of Arnold's tongues. The presence of homoclinic bifurcations is a
lso pointed out.